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학술대회/행사

초록검색

제출번호(No.) 0276
분류(Section) Special Session
분과(Session) (SS-10) Harmonic Analysis and Nonlinear Dispersive Equations (SS-10)
발표시간(Time) 25th-B-10:50 -- 11:10
영문제목
(Title(Eng.))
Note on maximal average over two dimensional surfaces in $\mathbb R^4$
저자(Author(s))
Seheon Ham1, Hyerim Ko2
Seoul National University1, Jeonbuk National University2
초록본문(Abstract) In this talk, we study $L^p$ improving properties of the maximal operator associated with two dimensional surfaces in $\mathbb R^2$. Under the nondegerate condition, we consider two cases according to the order of zero of a Hessian. We also discuss $L^p$ estimates for multi-parameter maximal operators. This talk is based on recent joint work with Hyerim Ko.
분류기호
(MSC number(s))
42B25
키워드(Keyword(s)) Maximal functions
강연 형태
(Language of Session (Talk))
Korean